1 in 23328
The odds of rolling three of a kind with three six-sided dice can be calculated by considering that all three dice must show the same number. There are 6 possible outcomes (one for each number from 1 to 6) that can result in three of a kind. Since there are a total of (6^3 = 216) possible outcomes when rolling three dice, the probability of rolling three of a kind is (6/216) or (1/36), which is approximately 2.78%.
The probability of rolling a full house (three of one number and two of another) with 5 dice can be calculated by considering the total combinations of dice rolls. There are 6 possible values for the three-of-a-kind and 5 remaining values for the pair, leading to (6 \times 5 = 30) combinations. The total number of possible outcomes when rolling 5 dice is (6^5 = 7776). Thus, the probability of rolling a full house is approximately ( \frac{30}{7776} ), which simplifies to about 0.00386, or 0.386%.
If it's a six-sided die (like the kind used in craps and most dice games) the odds are 1 in 6.The probability of rolling a single number on any kind of die* is 1 ÷ (the number of sides).*Except, of course, for weighted, shaved, or otherwise illegal dice.
A single roll of six dice comes up with a four of a kind 1 in every 20.736 times. This chance doesn't change on the second throw, only really granting a total of 2 in 20.736.
accumulated binominal distribution 6*f(k;n,p) = 6*f(5;5,1/6)
The odds of rolling three of a kind with three six-sided dice can be calculated by considering that all three dice must show the same number. There are 6 possible outcomes (one for each number from 1 to 6) that can result in three of a kind. Since there are a total of (6^3 = 216) possible outcomes when rolling three dice, the probability of rolling three of a kind is (6/216) or (1/36), which is approximately 2.78%.
No.
The odds of rolling 5 of a kind with 5 dice can be calculated using the concept of probability. There are a total of 6^5 (7776) possible outcomes when rolling 5 dice. To roll 5 of a kind, there are 6 ways to roll a specific number on the first die, and only 1 way to roll that same number on the remaining 4 dice. Therefore, there are 6 * 1 = 6 ways to roll 5 of a kind. The probability of rolling 5 of a kind with 5 dice is then calculated as 6/7776, which simplifies to 1/1296 or approximately 0.077%.
The probability of rolling a full house (three of one number and two of another) with 5 dice can be calculated by considering the total combinations of dice rolls. There are 6 possible values for the three-of-a-kind and 5 remaining values for the pair, leading to (6 \times 5 = 30) combinations. The total number of possible outcomes when rolling 5 dice is (6^5 = 7776). Thus, the probability of rolling a full house is approximately ( \frac{30}{7776} ), which simplifies to about 0.00386, or 0.386%.
If it's a six-sided die (like the kind used in craps and most dice games) the odds are 1 in 6.The probability of rolling a single number on any kind of die* is 1 ÷ (the number of sides).*Except, of course, for weighted, shaved, or otherwise illegal dice.
To play the dice game with 5 dice and a cup, each player takes turns rolling the dice inside the cup and then reveals their roll. The objective is to score points based on the combination of numbers rolled. The rules may vary, but common scoring combinations include pairs, three of a kind, four of a kind, and a straight. Players can choose to keep certain dice and re-roll the rest to try and improve their score. The player with the highest total score at the end of the game wins.
That depends on what kind of dice you are rolling and how many of them you roll. If you roll two 6-sided dice once, the probability of getting the number 100 is exactly zero. You cannot get a 100 on one roll of two 6-sided dice. Other dice and different numbers of them may yield different probabilities.
A single roll of six dice comes up with a four of a kind 1 in every 20.736 times. This chance doesn't change on the second throw, only really granting a total of 2 in 20.736.
Yahtzee
To play Yahtzee, each player takes turns rolling five dice up to three times per turn, aiming to achieve specific combinations like three of a kind, a full house, or a Yahtzee (five of a kind). After rolling, players can choose to keep some dice and re-roll the others to improve their hand. At the end of each turn, players must choose a scoring category to record their points based on their rolls. The game ends after all players have filled in all categories, and the player with the highest total score wins.
accumulated binominal distribution 6*f(k;n,p) = 6*f(5;5,1/6)
If we are thinking of getting a '6', here are the odds. Wth one dice, its 1 in 6. So,with two dice its 1 in 216 with three dice its 1 in 7776 with four dice its 1 in 279936 with five dice its a huge 1 in 10077696